De Sitter realization conjecture for worldsheet $(0,1)$ GLSMs

A GLSM is a gauged linear sigma model, and worldsheet $(0,1)$-supersymmetry is supersymmetry with this chirality structure. De Sitter realization conjecture. GLSMs with worldsheet $(0,1)$-supersymmetry provide consistent superstring models that need not have target-space supersymmetry and therefore can include asymptotically de Sitter spacetime geometries. The claim is motivated by the asserted stability of $(0,1)$ models without target-space supersymmetry; no proof or disproof is given.